@keyframes rwdcur17976 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFZUlEQVRYhe2WXWhcxxXHfzP37pfualeWrqy1ZMlfqhmXYoLjlDSUQosorTEBv7h9KC6U0peGkkKh5MV56kMfHCg0JKGUtMghlJCQEvIS2lJqh1AooU1w2CSV7aiqJct3pd313t29HzOTh7uKLadJJCfKUw8c5l5mds9v/nPOmetwmyml9i/XcsujR/zr75Vqi77v94MgsOygyTvey7JSzf+k0X7q4d03zwC+UurONTsKIK0AOTkjf5TYc4/uaf8YqCml3M8LAPIWZITYd5jvSM4+dih5BJjcKYgPA+Q00AXXIKaP8C3HPvT4TOtRYK9SKr+jAKVCAVFwIA90LoM3jNgzy9er3g/OH5W/ykkx81lDbALwSoW8KDgS10K6BHEDSkOIiUMcy5sHz892nhhy5axSqrgjAOgUHAM5MhXab4C+CcUSwj/AUX9k7vn7Cs/MDEmllBraAQANjgUXyIGmBdF/QbegUIDRafbn7D1PHU7m76sNH1NKlT9bADNQwCXzPJD+B+JlSNchl4ORveyvDn/p3Gz6zFeH0/uVUhWl1F0DOBsPSil5/MjhIyfzjTNCxkAb64CUCQgDaBAu5EqQH8aLe9UHRu1cmC8vXFqPln3f7wVB8KkUkLWqVxYOIAZocqCEXAOzmh1H1MjmKzX8fHnybP7Ks6cr7ZPcZdfc9APTCyVCZAE2ZjecFiQr0FuGfgDWgDeBM3ZYnt2dPP3TA8737gZi8+J+JxutyYaBZ3RgTQjRZQivQngdbAreOI6v5A91cO7h6uoZYPd2uuYHOeD7vvvFslDf8KLTiAjMTcxtYgh7KxWIOhBeg/Yq9LogSoiiL+6Nwm9Oj8Ofms4l3/e7QRCY7Sgga3smR7CAtlidbRANJJDGgNwD5WNQ+gLgZVUTXoPVf8HKmwid8OC1xs8em1j9OVu8PzYBDHulChpIs+BCg0wzAJOSnb+2UHsADpyCwgwYIA0hakHzOqbVYu7dtYd+Pbb4S7Kb9GNzYtOk7XezP9QGUnAHCogUiCGJgE4j8+IuODQHo/dABGkf4hjSCFINttf97i92LZ0kq6OtAdAPIcl2LFNAe6CrYKqIBHQMdBahfQOiHlgJ4wqqCh1D2s3YX5sR3XVZfOFVd/oi2ZY+0m6nk0RdSQqkBvAgdUF6IF2cpIU2kGjIOQEMNWF4CNwhqO4jl9R5eTy32HZKLzynp5+9HOpFOnatXq+nWwaojo3vYqkBUZylv0whPwxWIjWIOKtQEywgwwQOfg2GxqA8gajs499u8run1yu/BX3tkwL/ryOQxUK+TK8P3RZ0Q2wYgimAKIOdwInBjUFEQGMR/n4e3rwAWiAm9nHKNycAudXgdwJg4z6sBZibWWInXbKcsCUQI7gJyBhEAqQeRB689za89iK0G8xe1ce/PWqObud7YXMSrq+SroQkLUjakHaAG9dBO4AHehSSQeAuEANxCGELc/kStnWDU3Lp+8DIVgE2lcj6wlsm0WB7cGEK0xW5d6YO7m1+uanvhxJ09KBMs2qxBsyGWzAJiLg3NzVSrtRhZbsAcdXlyj/3i/ZVXbx4xR2bn2+WXz+4WDj4Ur77snSkJG5lTclmjcnYjMea7M64OEUa2dw/qgW3v1UFNlo9g45VGXgMNAdj7fzpr/zm3lf+dkIvLdza7SDoXydBOjJYF6VXXhUT839u598Agnq9Hm9LgXq9bgZBm7cvUEqt/fGd1d8fa66cSPWtwBemMMbJvbWE94cnw9qLPcMq0Nxq4A8p8FE2+NyaeWli4fkrneS4RXRuiOJf3nbG5p9rlV8HAqAz2MC27RMBBhBFYJTseAzQJlOqX6/X7ybu/+0Dex/HelZK4mTVpQAAAABJRU5ErkJggg==) 4 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 4 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 4 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFXUlEQVRYhe2Va4hd1RXHf3vvc+89d+6dZyeTycQkZoy61VSsnaIY+qFt2koatB8qlVYjFBoKFVOqIIUSKYqgRnx96ItS26mIWG2L2Ja2BAWpDySFFsPx3WSczGTmzkzmztw759796odzE3MDpjPTTD+5YHEe+5yzfue/9lpLcZpprc+fuK9roveTPcePTA8e7e/vTyuVSmANTZ5xXZZxKX/bpf6n+76xuAfo11qf+cyaAsgQBVTHgNx7Wf7B/XsXvgsMaq2j/xcARAFUA1kc5uvbCvsP3G5/AAytFcRHANQhcsiObezapG597M7qXcB5Wuv8mgLEcQGRExBBEEcgV0LEW/nC5q5v/fpe9UguEpvPNUQbQLlUyIuclEQB5AmQs5ArIuKtjPRx3a/uqf+4GMttWut4TQAIFlQABUSOQAJqEaIYEW/hU+t6dj79UPGJTRuU1lp3nHsAHEjfglB4UhDHQM1DlIfceVxQCFf85Id29DOXd16ptS6fW4BgWwBkCihLkBMgjoOchyiCaCPDxe7t93/fP7HjCnu11rpLa71qAHXyRGstR6686JLdn57Zg2qCTEEuICIJqonAgohAFEGUKZu0+6od7Kw1yu8efqcx0d/fv1SpVP4nBeTgulJZSJndPelRDWSdIKchjAMzIAC1nvWNzqG7vjz+5A07F3azyq7Z9oJ3NYk4eWUJglawGtAgMA1hEsIM4EGsQ+WH5f5r1S/33RzdtBqI9of9IgSAkB19yx0QauDmCW6a4MbAT2UL8hNE+a3y29sXH9x34/QeYGAlXbMtBcEtyNMDB5ftS2wLgm7wNgMxCcG8DuYtCB4VbZF7t/c8cO9t5nZWMD/a98CGoZ5Tf+0h2BK03DVKELoR4hKEGIIQg/cEN0sw7xDM2wgs1/c07jjwvek7Web8aAPoLBe7cAIcBBMhfYRwmQLOAGYefAB5FSL3JQQDLVgPzoGtE4zhiyK69dE7xu5rKXHWPdG2GPzShzl3rRp1BXARmAibAmYO7AyEXog+h5AXgvO4psekEtMA25R4t3Tj3d85ths4qwrti66WBRcegQIUCAnkkM7gHEThBELOgNgAvgPExQgxh21O4ptAE/4eT9Xn5uM/v/bmxpcg+OUCyOBrEicgSJC5TA1ZRKCQYQ5rwDhFPjebDSuK4IvAJvJqimdrc0er9eKzz7ygn3xvzB2FMJskiV02QE/vQC9mHrBZ/UsQqgRIpK8iW1Xh3AxK/AOiGEIfhAEEvbx7LHr88ec6fwHu2H8LfCro6eeFQr6MsWBcVnpND7aQVYLvQIWMWDoIpkqo/RWWXgYnEGKIr37e7wLkcoOfqQD4NPtw8NnGDlAokaXBd6JIs7QEwKtWrxgDN45gHRceLY5cu8NfDnoySZJ0pQoQ7BS27jF1iUklLoXQnAUbge1oqaEyd4ABTADjcLXj0Ei5/rPjtwA9y1WgDWBu6rA3NXBL8EI67f9UrSavqv5XMA5cEazPUmMCNAOYgEvB1ASmBo15EKQ7Nw6Wu5YLcHoKmt2dvH+oXKkemSi89O/jG0d/88fSoeEt+eHnvll/XkolMR58IDjwTXBWEAx4k6nx4vpJ26jmXu/ujJYlP/Dh7Gt1rK6WN4ETrePg6MPX/Hxk/NVdLp3FO4G32UgIBg52TyCkqswtxH95+Y2B0YOv5f8JVJIkaa4I4KNMax1/7SsXXPejrf96qlm3eAt4eLFv0ntyh8emOp762e/W/36pwRRwYrmBVwIAsPkPB9575v0P7IgPYrEyHx9864O+0d/+rXQIqACLSZKcteOtGqAFEQN9ZOnxQJUsRWmSJKuJ+7Gdsv8AVFxp/IW8FeoAAAAASUVORK5CYII=) 4 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 4 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 4 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 4 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 4 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 4 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 4 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 4 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 4 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 4 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 4 0, auto;}
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}
div.testarea{
animation:rwdcur17976 3.2s linear infinite forwards;
}
